AbstractIn this paper it is shown that the general solution of an inhomogeneous boundary value problem may only consist of the general solution and that it is not necessary to superpose a partial solution. The eigenfrequencies of a membrane subject to inhomogeneous boundary conditions are calculated using the program Mathematica
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space R2 subject to ...
AbstractA study is made of the general eigenvalue problem posed by a differential equation whose sol...
Discretisations of differential eigenvalue problems have a sensitivity to perturbations which is asy...
Abstract. This paper compares the eigenvalues arising from the vibration of an inhomogeneous circula...
AbstractIn studying stability of solutions of linear differential equations one naturally encounters...
Boundary value problems of partial differential equations are very often solved by the method of «se...
The analytical solution of a given inhomogeneous boundary value problem of a linear, elliptic, inhom...
In this paper we study an elliptic eigenvalue problem with non-local boundary condition. We prove th...
In studying stability of solutions of linear differential equations one naturally encounters Liapuno...
AbstractIt is well known that the boundary element method may induce spurious eigenvalues while solv...
AbstractWe investigate the application of the method of fundamental solutions (MFS) for the calculat...
In the first section of this paper we shall obtain relationships involving the eigenvalues of a memb...
This paper concerns minimization and maximization of the first eigenvalue in problems involving the ...
AbstractThe existence of eigenvalues for second-order linear equations with a combination of integra...
This paper concerns minimization and maximization of the first eigenvalue in problems involving the ...
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space R2 subject to ...
AbstractA study is made of the general eigenvalue problem posed by a differential equation whose sol...
Discretisations of differential eigenvalue problems have a sensitivity to perturbations which is asy...
Abstract. This paper compares the eigenvalues arising from the vibration of an inhomogeneous circula...
AbstractIn studying stability of solutions of linear differential equations one naturally encounters...
Boundary value problems of partial differential equations are very often solved by the method of «se...
The analytical solution of a given inhomogeneous boundary value problem of a linear, elliptic, inhom...
In this paper we study an elliptic eigenvalue problem with non-local boundary condition. We prove th...
In studying stability of solutions of linear differential equations one naturally encounters Liapuno...
AbstractIt is well known that the boundary element method may induce spurious eigenvalues while solv...
AbstractWe investigate the application of the method of fundamental solutions (MFS) for the calculat...
In the first section of this paper we shall obtain relationships involving the eigenvalues of a memb...
This paper concerns minimization and maximization of the first eigenvalue in problems involving the ...
AbstractThe existence of eigenvalues for second-order linear equations with a combination of integra...
This paper concerns minimization and maximization of the first eigenvalue in problems involving the ...
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space R2 subject to ...
AbstractA study is made of the general eigenvalue problem posed by a differential equation whose sol...
Discretisations of differential eigenvalue problems have a sensitivity to perturbations which is asy...
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